Ismaïl Baaj

most citedMax-min Learning of Approximate Weight Matrices from Fuzzy Data

1 citations · 1 across the 4 of their papers we have counts for

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4 papers

cs.AI2023

Maximal Consistent Subsystems of Max-T Fuzzy Relational Equations

Ismaïl Baaj

In this article, we study the inconsistency of a system of $max - T$ fuzzy relational equations of the form $A □_{T}^{m a x} x = b$ , where $T$ is a t-norm among $min$ , the produc…

cs.AI2023

Handling the inconsistency of systems of $min \to$ fuzzy relational equations

Ismaïl Baaj

In this article, we study the inconsistency of systems of $min - \to$ fuzzy relational equations. We give analytical formulas for computing the Chebyshev distances $\nabla =…

cs.AI2023

Chebyshev distances associated to the second members of systems of Max-product/Lukasiewicz Fuzzy relational equations

Ismaïl Baaj

In this article, we study the inconsistency of a system of $max$ -product fuzzy relational equations and of a system of $max$ -Lukasiewicz fuzzy relational equations. For a system…

cs.AI2023★ 1 cited

Max-min Learning of Approximate Weight Matrices from Fuzzy Data

Ismaïl Baaj

In this article, we study the approximate solutions set $Λ_{b}$ of an inconsistent system of $max - min$ fuzzy relational equations $(S) : A □_{m i n}^{m a x} x = b$ . Using the $L_\inf…

Maximal Consistent Subsystems of Max-T Fuzzy Relational Equations

Handling the inconsistency of systems of min→ fuzzy relational equations

Chebyshev distances associated to the second members of systems of Max-product/Lukasiewicz Fuzzy relational equations

Max-min Learning of Approximate Weight Matrices from Fuzzy Data

Handling the inconsistency of systems of $min \to$ fuzzy relational equations